Research Article
A Classical Approach to Nuclear Instability
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Submitted 2021-09-18
Published 2021-10-12
Published 2021-10-12
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We extend a classical model of nuclei to include geometry as well as electron-like shells, then apply the model to the moments leading up to nuclear decay. The model leads to the well-known half-life or constant probability of a given nucleus to decay in a given time.
References
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R. Mills, The Grand Unified Theory of Classical Physics, East Windsor, NJ.: Brilliant Light Power. January 2020. https://brilliantlightpower.com/book-download-and-streaming/.
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D. Selke, “Toward Classical Models of Nucleons and Nuclei,” European Journal of Applied Physics, vol. 2, pp. 1-2, June 2020. https://ej-physics.org/index.php/ejphysics/article/view/10.
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D. Selke, “Numerical Computation of Nucleon Properties in Mills’ Grand Unified Theory of Classical Physics,” Physics Essays, vol. 3, pp. 358-373, August 2015. https://physicsessays.org/browse-journal-2/product/1378-14-david-l-selke-numerical-computation-of-nucleon-properties-in-mills-grand-unified-theory-of-classical-physics.html.
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J. Krauth et al., “Measuring the Alpha-Particle Charge Radius with Muonic Helium-4 Ions,” Nature, pp. 527-531, January 2021. https://www.nature.com/articles/s41586-021-03183-1.
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